Laserfiche WebLink
Pressure manifold design <br />A SWIS consisting of 12 trenches of equal length is to be constructed on a slope. To divide the septic tank <br />effluent equally among the 12 trenches, a pressure manifold is to be used. The lateral taps are to be spaced 6 <br />inches apart on one side of the manifold. <br />Table 4-7 can be used to size the manifold. Looking down the series of columns under the Single -sided manifold, <br />up to sixteen 1/2 -inch taps could be made to a 4 -inch manifold. Therefore, a 4 -inch manifold would be acceptable. If <br />3/4- or 1 -inch taps were used, a 6 -inch manifold would be necessary. <br />Using the orifice equation, the flow from each lateral tap can be estimated by assuming an operating pressure in <br />the manifold: <br />Q = Ca(2gh)2 <br />where Q is the lateral discharge rate, C is a dimensionless coefficient that varies with the characteristics of the <br />orifice (0.6 for a sharp -edged orifice), a is the area of the orifice, g is the acceleration due to gravity, and h is the <br />operating pressure within the manifold. In English units using a 0.6 orifice coefficient, this equation becomes <br />Q =11.79 dzhdvz <br />where Q is the discharge rate in gallons per minute, d is the orifice diameter in inches, and h is the operating <br />pressure in feet of water. <br />Assuming 1/2 -inch taps with a operating pressure of 3 feet of water, the discharge rate from each outlet is <br />Q= 11.79('/2)23'12=5.1 gpm <br />Thus, the pump must be capable of delivering 12 x 5.1 gpm or approximately 60 gpm against an operating <br />pressure of 3 feet of water plus the static lift and friction losses incurred in the forcemain to the pressure <br />manifold. <br />wastewater from each orifice in the network when <br />fully pressurized. This is accomplished by main- <br />taining a uniform pressure throughout the network <br />during dosing. The manifolds and laterals are sized <br />relative to the selected orifice size and spacing to <br />achieve uniform pressure. A manual flushing <br />mechanism should be included to enable periodic <br />flushing of slimes and other solids that accumulate <br />in the laterals. <br />Figure 4-16. Rigid pipe pressure distribution networks with flushing <br />cleanouts <br />Small Diameter <br />Pressure Distribution <br />Pumping (Dosing) <br />Septic Tank Chamber <br />Cleanout <br />Effluent <br />Pump <br />Design of dosed flow systems <br />A simplified method of network design has been <br />developed (Otis, 1982). Lateral and manifold <br />sizing is determined using a series of graphs and <br />tables ager the designer has selected the desired <br />orifice size and spacing and the distal pressure in <br />the network (typically I to 2 feet of head). These <br />graphs and tables were derived by calculating the <br />change in flow and pressure at each orifice between <br />the distal and proximal ends of the network. The <br />method is meant to result in discharge rates from <br />the first and last orifices that differ by no more <br />than 10 percent in any lateral and 15 percent across <br />the entire network. However, subsequent testing of <br />field installations indicated that the design model <br />overestimates the maximum lateral length by as <br />much as 25 percent (Converse and Otis, 1982). <br />Therefore, if the graphs and tables are used, the <br />maximum lateral length for any given orifice size <br />and spacing should not exceed 80 percent of the <br />maximum design length suggested by the lateral <br />sizing graphs. In lieu of using the graphs and <br />tables, a spreadsheet could be written using the <br />equations presented and adjusting the orifice <br />discharge coefficient. <br />4-26 USEPA Onsite Wastewater Treatment Systems Manual <br />